Presents the use of spreadsheets as an alternative method for precalculus students to solve maximum or minimum problems involving surface area and volume. Concludes that students with less technical backgrounds can solve problems normally requiring calculus and suggests sources for additional problems. (MDH)

Discusses research on cognitive styles and strategies. Groups labels into two principle styles. Describes the wholist-analytic style, examining whether an individual tends to process information in wholes or parts, and the verbalizer-imager style considering whether an individual is inclined to represent information during thinking verbally or in…

This section includes eight problems to which the journal invites readers to respond. Problem topics include angles in alternate segments, pentominoes, a new triangle of numbers, cricket scores, symmetrical pentagons, inequalities, a pythagorean dissection, and magic squares. (MDH)

Discusses how students at the end of the French primary school-cycle (10- to 11-year-old pupils) resolve multiplication and related division problems within an assessment perspective taking into account the 3 factors of the problem's representational structure, the numerical values used, and the context of the problem statement. (25 references)…

Concepts from cognitive psychology are presented as an alternative framework to arithmetic instruction for students with disabilities. The approach, which emphasizes reasoning, communication, and problem solving, is applied to addition, division, multiplication, subtraction, and word problems. The purpose of arithmetic instruction is asserted to…

Ten research-supported instructional components are presented for promoting mathematics achievement in students with learning problems. A curriculum (Strategic Math Series) found to be effective in teaching students with learning problems to acquire and understand basic facts and apply them in problem-solving activities is described. (Author/JDD)

The syllogistic reasoning performance of Puerto Rican children in grades three through five was assessed in English and Spanish. The difference in formal reasoning in favor of Spanish was attributed to the additional processing demands imposed on children when they solve problems in their second language. (34 references) (Author/LB)

Describes the mechanics of group work in the college mathematics classroom specifically group formation, preliminary class work, class and group discourse, individual and group assignments, and impact on test taking. Includes examples from a first-semester calculus course. (JJK)

If school-based management means shift in decision-making authority, all school operations and organizational roles will be affected. Progress may be impeded by participants' traditional mind sets about power, winning and losing, problem solving, model programs, and everyday reality. These and other implementation problems may be resolved using…

Discusses modifications of the usual lecture approach for a environmental geology course by including class discussion, class projects, and group projects which are designed to help students see the relevance of geology to their lives. Author claims that in this interactive approach both instructor and students become more actively involved in the…

The relationship of intelligence to strategy training, maintenance, and transfer was studied for six intellectually gifted, six average, and six mentally retarded children taught a balance-scale problem strategy. Implications of the finding that the mentally retarded needed more training and were poorer at maintenance and transfer are discussed.…

Describes classroom projects in a second-grade classroom based on the Foxfire approach to instruction. Projects planned and implemented in the classroom by students included: (1) sub shop; (2) recycling; (3) Black cemetery; and (4) garden. Students engaged in brainstorming, creating webs, weekly planning, and writing about their activities. (KS)

Discusses the use of drawings to nurture problem-solving attitudes and independent learning. Drawings help develop thinking skills, clarify misconceptions, develop representational preferences, supply a context for relationships in K-8 mathematics, and illustrate mathematical connections. (MDH)

Developmental issues, short-term solutions for children's conflicts, and goals for conflict resolution training are discussed. A step-by-step approach for teachers to use in working through a conflict with children is included, as is a list of children's books that deal with conflict resolution. (LB)

This article describes the development and pilot testing of a curriculum to teach rape prevention and self-defense skills to visually impaired women. As a result of the course, five visually impaired women improved their physical self-defense skills, self-confidence, and problem-solving ability in hypothetically dangerous situations. (Author/DB)